The general model of nonlinear distributed parameter switched systems was given by
means of operator semigroup theory. On condition that the infinitesimal generator operators …

The concept of distributed parameter switched systems was presented through introducing
switched systems into distributed parameter systems (DPS). By using the model description …

In this paper we consider a class of switched systems governed by partial differential
equations on Banach space. We provide the results on stability of infinite dimensional …

The general model of distributed parameter switched systems (DPSS) was presented via
operator semigroup theory in Hilbert. The problem of output feedback stabilization for DPSS …

In this paper, we study stability property for a class of switched systems composed of several
subsystems, where each subsystem's vector field is composed of a linear time-invariant part …

In the present paper, we study several qualitative properties of a class of nonlinear switched
systems under certain switching laws. First, we show that if all the subsystems are linear time …

Exponential stabilizability for a class of the singular distributed parameter control systems
was discussed in Hilbert space via functional analysis and the theory of GE-semigroup. The …

Weak, asymptotic and exponential stability of the singular distributed parameter system are
discussed in the light of GE-semigroup (ie, generalized operator semigroup), functional …

Stabilization of the first order generalized distributed parameter systems Page 1 2212
Proceedings of the 4'" World Congress on Intelligent Control and Automation June 10-14 …

Using the vector projection theory, the exponential stability of autonomous switched systems
is investigated. Firstly, the sufficient conditions of stability of linear switched systems is …